Write the coefficients of the highest degree terms in the following polynomials : `10m^2-3m`

Answer

To find the coefficients of the highest degree terms in the polynomial \(10m^2 - 3m\), we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Polynomial**:
The given polynomial is \(10m^2 - 3m\).

2. **Determine the Degree of Each Term**:
- The first term is \(10m^2\). The degree of this term is 2 (since the exponent of \(m\) is 2).
- The second term is \(-3m\). The degree of this term is 1 (since the exponent of \(m\) is 1).

3. **Identify the Highest Degree**:
The highest degree among the terms is 2 (from the term \(10m^2\)).

4. **Find the Coefficient of the Highest Degree Term**:
The coefficient of the term with the highest degree \(m^2\) is the number that is multiplied by \(m^2\). In this case, it is 10.

5. **Write the Final Answer**:
The coefficient of the highest degree term in the polynomial \(10m^2 - 3m\) is **10**.

### Final Answer:
The coefficient of the highest degree term is **10**.